On the Combinatorial Structure of State Vectors in U(n). II. The Generalization of Hypergeometric Functions on U(n) States

DOI10.1063/1.1665011zbMath0204.57601OpenAlexW1994446646MaRDI QIDQ5604421

Mikael Ciftan

Publication date: 1969

Published in: Journal of Mathematical Physics (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1063/1.1665011

Related Items (7)

The matrix representation of U4 in the U2×U2 basis and some isoscalar factors for Up+q ⊇Up×Uq ⋮ Lie Theory and the Lauricella Functions FD ⋮ The Symmetric Group and the Gel'fand Basis of U(3). Generalizations of the Dirac Identity ⋮ The representation theory of SU(4) and Sp(4) ⋮ On Gel’fand states of representations of U(n) and the Gel’fand lattice polynomials ⋮ Group theoretical and combinatorial analysis of histocompatibility and switching algebra ⋮ Determination of basis for the irreducible representations of the unitary group for U( p+q)↓U( p)⊗U( q)

Cites Work

• Operators that Lower or Raise the Irreducible Vector Spaces of U n−1 Contained in an Irreducible Vector Space of Un
• On the Representations of the Semisimple Lie Groups. II
• Combinatorial Structure of State Vectors in Un. I. Hook Patterns for Maximal and Semimaximal States in Un

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